Inferring epidemiological dynamics of infectious diseases using Tajima's D statistic on nucleotide sequences of pathogens
The estimation of the basic reproduction number is essential to understand epidemic dynamics, and time series data of infected individuals are usually used for the estimation. However, such data are not always available. Methods to estimate the basic reproduction number using genealogy constructed f...
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doaj-53bc3ba25e0e485e81f3ad1404bee48c2020-11-24T23:30:49ZengElsevierEpidemics1755-43651878-00672017-12-0121C212910.1016/j.epidem.2017.04.004Inferring epidemiological dynamics of infectious diseases using Tajima's D statistic on nucleotide sequences of pathogensKiyeon Kim0Ryosuke Omori1Kimihito Ito2Division of Bioinformatics, Research Center for Zoonosis Control, Hokkaido University, Sapporo, Hokkaido, JapanDivision of Bioinformatics, Research Center for Zoonosis Control, Hokkaido University, Sapporo, Hokkaido, JapanDivision of Bioinformatics, Research Center for Zoonosis Control, Hokkaido University, Sapporo, Hokkaido, JapanThe estimation of the basic reproduction number is essential to understand epidemic dynamics, and time series data of infected individuals are usually used for the estimation. However, such data are not always available. Methods to estimate the basic reproduction number using genealogy constructed from nucleotide sequences of pathogens have been proposed so far. Here, we propose a new method to estimate epidemiological parameters of outbreaks using the time series change of Tajima's D statistic on the nucleotide sequences of pathogens. To relate the time evolution of Tajima's D to the number of infected individuals, we constructed a parsimonious mathematical model describing both the transmission process of pathogens among hosts and the evolutionary process of the pathogens. As a case study we applied this method to the field data of nucleotide sequences of pandemic influenza A (H1N1) 2009 viruses collected in Argentina. The Tajima's D-based method estimated basic reproduction number to be 1.55 with 95% highest posterior density (HPD) between 1.31 and 2.05, and the date of epidemic peak to be 10th July with 95% HPD between 22nd June and 9th August. The estimated basic reproduction number was consistent with estimation by birth–death skyline plot and estimation using the time series of the number of infected individuals. These results suggested that Tajima's D statistic on nucleotide sequences of pathogens could be useful to estimate epidemiological parameters of outbreaks.http://www.sciencedirect.com/science/article/pii/S1755436517300853Influenza A virusTajima's DBasic reproduction numberModel based inferenceTransmission dynamics |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Kiyeon Kim Ryosuke Omori Kimihito Ito |
spellingShingle |
Kiyeon Kim Ryosuke Omori Kimihito Ito Inferring epidemiological dynamics of infectious diseases using Tajima's D statistic on nucleotide sequences of pathogens Epidemics Influenza A virus Tajima's D Basic reproduction number Model based inference Transmission dynamics |
author_facet |
Kiyeon Kim Ryosuke Omori Kimihito Ito |
author_sort |
Kiyeon Kim |
title |
Inferring epidemiological dynamics of infectious diseases using Tajima's D statistic on nucleotide sequences of pathogens |
title_short |
Inferring epidemiological dynamics of infectious diseases using Tajima's D statistic on nucleotide sequences of pathogens |
title_full |
Inferring epidemiological dynamics of infectious diseases using Tajima's D statistic on nucleotide sequences of pathogens |
title_fullStr |
Inferring epidemiological dynamics of infectious diseases using Tajima's D statistic on nucleotide sequences of pathogens |
title_full_unstemmed |
Inferring epidemiological dynamics of infectious diseases using Tajima's D statistic on nucleotide sequences of pathogens |
title_sort |
inferring epidemiological dynamics of infectious diseases using tajima's d statistic on nucleotide sequences of pathogens |
publisher |
Elsevier |
series |
Epidemics |
issn |
1755-4365 1878-0067 |
publishDate |
2017-12-01 |
description |
The estimation of the basic reproduction number is essential to understand epidemic dynamics, and time series data of infected individuals are usually used for the estimation. However, such data are not always available. Methods to estimate the basic reproduction number using genealogy constructed from nucleotide sequences of pathogens have been proposed so far. Here, we propose a new method to estimate epidemiological parameters of outbreaks using the time series change of Tajima's D statistic on the nucleotide sequences of pathogens. To relate the time evolution of Tajima's D to the number of infected individuals, we constructed a parsimonious mathematical model describing both the transmission process of pathogens among hosts and the evolutionary process of the pathogens. As a case study we applied this method to the field data of nucleotide sequences of pandemic influenza A (H1N1) 2009 viruses collected in Argentina. The Tajima's D-based method estimated basic reproduction number to be 1.55 with 95% highest posterior density (HPD) between 1.31 and 2.05, and the date of epidemic peak to be 10th July with 95% HPD between 22nd June and 9th August. The estimated basic reproduction number was consistent with estimation by birth–death skyline plot and estimation using the time series of the number of infected individuals. These results suggested that Tajima's D statistic on nucleotide sequences of pathogens could be useful to estimate epidemiological parameters of outbreaks. |
topic |
Influenza A virus Tajima's D Basic reproduction number Model based inference Transmission dynamics |
url |
http://www.sciencedirect.com/science/article/pii/S1755436517300853 |
work_keys_str_mv |
AT kiyeonkim inferringepidemiologicaldynamicsofinfectiousdiseasesusingtajimasdstatisticonnucleotidesequencesofpathogens AT ryosukeomori inferringepidemiologicaldynamicsofinfectiousdiseasesusingtajimasdstatisticonnucleotidesequencesofpathogens AT kimihitoito inferringepidemiologicaldynamicsofinfectiousdiseasesusingtajimasdstatisticonnucleotidesequencesofpathogens |
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1725540225440022528 |